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Method of adiabatic modes in research of smoothly irregular integrated optical waveguides: Zero approximation
Egorov A.A., Sevast'yanov L.A., Sevast'yanov A.L.
We consider the application of the method of adiabatic waveguide modes for calculating
Analytical calculations in maple to implement the method of adiabatic modes for modelling smoothly irregular integrated optical waveguide structures
Sevastyanov L.A., Sevastyanov A.L., Tyutyunnik A.A.
of adiabatic waveguide modes, applied in mathematical modeling of smoothly irregular integrated
Single-mode propagation of adiabatic guided mode in a smooth transition between planar waveguides
Tiutiunnik A.A., Divakov D.V., Lovetskiy K.P., Sevastianov A.L.
The paper considers a model of adiabatic waveguide modes in the zero approximation applied
Symbolic-Numerical Modeling of the Propagation of Adiabatic Waveguide Mode in a Smooth Waveguide Transition
Divakov D.V., Tyutyunnik A.A.
In this work, the model of adiabatic waveguide modes is studied by means of computer algebra
The Implementation of the Symbolic-Numerical Method for Finding the Adiabatic Waveguide Modes of Integrated Optical Waveguides in CAS Maple
Divakov D.V., Sevastianov A.L.
of electromagnetic radiation we propose using the model of adiabatic waveguide modes. This model allows reducing
Mathematical synthesis of the thickness profile of the waveguide Lüneburg lens using the adiabatic waveguide modes method
Ayryan E., Dashitsyrenov G., Laneev E., Lovetskiy K., Sevastianov L., Sevastianov A.
. For the dispersion relation of the irregular thin-film waveguide in the model of adiabatic waveguide modes we solve
Mathematical Modeling of Mouthpiece Type Waveguide
Sevastyanov A.L., Chernoivanov A.I.
of adiabatic waveguide modes and by the method of comparative waveguides. The difference is demonstrated
Symbolic-Numeric Study of Geometric Properties of Adiabatic Waveguide Modes
Divakov D.V., Tiutiunnik A.A., Sevastianov A.L.
was obtained using the model of adiabatic waveguide modes. Highly analytical solution procedure makes
CALCULATION MODEL OF COEFFICIENTS FUNCTIONS FOR METHOD OF COMPARATIVE WAVEGUIDES FOR OPEN SMOOTHLYIRREGULAR WAVEGUIDES
Тютюнник А.А.
functions in case of smoothly-irregular waveguide and considering only guided modes.
Mathematical modeling of irregular integrated optical waveguides
Ayryan E.A., Egorov A.A., Sevastyanov L.A., Lovetskiy K.P., Sevastyanov A.L.
is applicable in the case of real and complex coefficients of the phase retardation of waveguide modes

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